Problem 12: A long straight wire has a uniform charge density of 227 µC per meter. A long cylindrical shell with a radius of 2.25 cm and is centered on the wire. This shell has a uniform charge density of -227 uC per meter as seen from outside the shell. A second long cylindrical shell has a radius of 8.00 cm and is also centered on the wire. This second shell has a uniform charge density of 157 uC per meter as seen from outside the shell. Part (a) Calculate the Electric field (in N/C) a distance of r = 0.73 cm from the wire. E = Part (b) Calculate the Electric field (in N/C) a distance of ry = 3.77 cm from the wire. E = Part (c) Calculate the Electric field (in N/C) a distance of r3 = 9.15 cm from the wire. E =

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Chapter1: Units, Trigonometry. And Vectors
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Problem 12: A long straight wire has a uniform charge density of 227 µC per meter. A long cylindrical shell with a radius of 2.25 cm
and is centered on the wire. This shell has a uniform charge density of -227 µC per meter as seen from outside the shell. A second long
cylindrical shel1 has a radius of 8.00 cm and is also centered on the wire. This second shell has a uniform charge density of 157 uC per meter as
seen from outside the shell.
Part (a) Calculate the Electric field (in N/C) a distance of r = 0.73 cm from the wire.
E =
Part (b) Calculate the Electric field (in N/C) a distance of r, = 3.77 cm from the wire.
E =
Part (c) Calculate the Electric field (in N/C) a distance of r3 = 9.15 cm from the wire.
E =
Transcribed Image Text:Problem 12: A long straight wire has a uniform charge density of 227 µC per meter. A long cylindrical shell with a radius of 2.25 cm and is centered on the wire. This shell has a uniform charge density of -227 µC per meter as seen from outside the shell. A second long cylindrical shel1 has a radius of 8.00 cm and is also centered on the wire. This second shell has a uniform charge density of 157 uC per meter as seen from outside the shell. Part (a) Calculate the Electric field (in N/C) a distance of r = 0.73 cm from the wire. E = Part (b) Calculate the Electric field (in N/C) a distance of r, = 3.77 cm from the wire. E = Part (c) Calculate the Electric field (in N/C) a distance of r3 = 9.15 cm from the wire. E =
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